A strengthened form of the strong Goldbach conjecture

This paper presents a proof of a strengthened form of the strong Goldbach conjecture. Whereas the traditional approaches focus on the control over the distribution of the prime numbers by means of circle method and sieve theory, we will show that the solution lies in the constructive properties of the primes, reflecting their multiplicative character within the natural numbers.

Moreover, we can extend the main result in the proof to an antinomy by deriving a statement that is the negation of that result.